Duan Li-jiang
Abstract
An SIS epidemic model with standard incidence rate is investigated. By using the qualitative theory of ordinary differential equations, sufficient conditions are obtained for the global asymptotic stability of each of feasible equilibria to the proposed model.
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An SIS epidemic model with standard incidence rate is investigated. By using the qualitative theory of ordinary differential equations, sufficient conditions are obtained for the global asymptotic stability of each of feasible equilibria to the proposed model.
Key concepts: Epidemic model, Stability (learning theory), Mathematics, Ordinary differential equation, Exponential stability, Applied mathematics, Incidence (geometry), Differential (mechanical device)